%PDF-1.5
%
1 0 obj
<>/OCGs[27 0 R 95 0 R 163 0 R 231 0 R]>>/Type/Catalog>>
endobj
269 0 obj
<>stream
application/pdf
blank spec
Adobe Illustrator CS3
2011-09-07T09:15:28-07:00
2013-01-11T14:55:22-08:00
2013-01-11T14:55:22-08:00
224
256
JPEG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uuid:7F8EAF2767D9E011AC79D99038E20703
uuid:d980942e-a78b-413e-90ce-2aa4ff9f0487
uuid:7E8EAF2767D9E011AC79D99038E20703
uuid:7D8EAF2767D9E011AC79D99038E20703
EmbedByReference
E:\MMF INTERNET\mmf\IMAGES\triangle top louver copy.png
Print
1
True
False
612.000000
792.000000
Points
Arial-Black
Arial
Black
Open Type
Version 5.06
False
ariblk.ttf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
TimesNewRomanPS-BoldMT
Times New Roman
Bold
Open Type
Version 5.07
False
timesbd.ttf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.07
False
times.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
endstream
endobj
2 0 obj
<>
endobj
27 0 obj
<>
endobj
95 0 obj
<>
endobj
163 0 obj
<>
endobj
231 0 obj
<>
endobj
232 0 obj
[/View/Design]
endobj
233 0 obj
<>>>
endobj
164 0 obj
[/View/Design]
endobj
165 0 obj
<>>>
endobj
96 0 obj
[/View/Design]
endobj
97 0 obj
<>>>
endobj
28 0 obj
[/View/Design]
endobj
29 0 obj
<>>>
endobj
230 0 obj
[231 0 R]
endobj
5 0 obj
<>/ArtBox[23.0068 21.9609 589.355 766.235]/Group 259 0 R/MediaBox[0.0 0.0 612.0 792.0]/Thumb 268 0 R/TrimBox[0.0 0.0 612.0 792.0]/Resources<>/Shading<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20130111145521-07'00')>>
endobj
258 0 obj
<>stream
H̗os۸SBX{9vK'1wmӹI8irsw],)$Ė![^_zz
A3`{Eٟ5+n{[N\i`